2 citations · 2 across the 10 of their papers we have counts for
11 papers
Growth gaps and exponential genericity in acylindrically hyperbolic groups
Lihuang Ding, Wenyuan Yang
Let be a finitely generated group acting by isometries on a geodesic metric space with two independent strongly contracting WPD elements. We prove that, for every finite genera…
Sublinear projection tracking in acylindrically hyperbolic groups
Lihuang Ding, Wenyuan Yang
We study projection phenomena in word metrics of finitely generated acylindrically hyperbolic groups. For a loxodromic WPD element acting on a hyperbolic space, we prove that short…
An extreme boundary of acylindrically hyperbolic groups
Wenyuan Yang
We prove that every acylindrically hyperbolic group admits a minimal and extremely proximal action on a compact metrizable space. If there are no nontrivial finite normal subgroups…
Boundary actions of CAT(0) spaces: topological freeness and applications to -algebras
Xin Ma, Daxun Wang, Wenyuan Yang
In this paper, we study topological dynamics on the visual boundary and several combinatorial boundaries associated to spaces. Through verifying the freenes…
Ancona inequalities along generic geodesic rays
Kairui Liu, Wenyuan Yang
This paper presents several versions of the Ancona inequality for finitely supported, irreducible random walks on non-amenable groups. We first study a class of Morse subsets with…
Hausdorff Dimension of non-conical and Myrberg limit sets
Mahan Mj, Wenyuan Yang
In this paper, we develop techniques to study the Hausdorff dimensions of non-conical and Myrberg limit sets for groups acting on negatively curved spaces. We establish maximality…
Boundary actions of Bass-Serre Trees and the applications to -algebras
Xin Ma, Daxun Wang, Wenyuan Yang
In this paper, we study Bass-Serre theory from the perspectives of -algebras and topological dynamics. In particular, we investigate the actions of fundamental groups of graph…
Growth Gaps for Quotients by Confined Subgroups
Lihuang Ding, Wenyuan Yang
In this paper, we establish growth gaps for quotients by confined subgroups in groups admitting a statistically convex-cocompact action with contracting elements. We also discuss a…
Confined subgroups in groups with contracting elements
Inhyeok Choi, Ilya Gekhtman, Wenyuan Yang +1
In this paper, we study the growth of confined subgroups through boundary actions of groups with contracting elements. We establish that the growth rate of a confined subgroup is s…
Genericity of sublinearly Morse directions in general metric spaces
Yulan Qing, Wenyuan Yang
In this paper, we show that for a proper statistically convex-cocompact action on a proper geodesic metric space, the sublinearly Morse boundary has full Patterson-Sullivan measure…
Marked length spectrum rigidity in groups with contracting elements
Renxing Wan, Xiaoyu Xu, Wenyuan Yang
This paper presents a study of the well-known marked length spectrum rigidity problem in the coarse-geometric setting. For any two (possibly non-proper) group actions $G\curvearrow…